Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Nilam_Bhosale_011724_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 26, 2011 |
Start Time | | 2011/09/26 00:00 |
End Time | | 2011/09/26 23:00 |
Key Words | | Storm |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -4.46 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.10 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 149.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Nilam_Bhosale_011724_1 |
Minimum Dst Value | | -117 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Diagnostic indices for this run.
Choose variable to plot:
![](data: image/png;base64,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)
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